Publication Date

8-13-2021

Date of Final Oral Examination (Defense)

July 2021

Type of Culminating Activity

Thesis

Degree Title

Master of Science in Mathematics

Department

Mathematics

Major Advisor

Samuel Coskey, Ph.D.

Advisor

Paul Ellis, Ph.D.

Advisor

John Clemens, Ph.D.

Advisor

Marion Scheepers, Ph.D.

Abstract

Let A = (A, A+, A) and B = (B, B+, B) be relations. A morphism is a pair of maps φ : BA and φ+ : A+B+ such that for all bB and aA+, φ(b)AabBφ+(a). We study the existence of morphisms between finite relations. The ultimate goal is to identify the conditions under which morphisms exist. In this thesis we present some progress towards that goal. We use computation to verify the results for small finite relations.

DOI

https://10.18122/td.1868.boisestate

Included in

Mathematics Commons

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